3 problems

Generic outgoing-energy conjecture. Spherically symmetric solutions should be the only isolated solutions for which the energy $M_2(\tau)$ is constant.

The Vlasov–Maxwell system has a slow manifold identified in the article, with slow-fast parameter $\epsilon$, and an optimally truncated approximation to that manifold. Normal stab…

Conjectured convergence rate. Based on the corresponding result in the Vlasov-Poisson case, one expects